Save this for later!
Learners who struggle with math should be able to choose the strategy that works best for them.
When teaching multiplication, especially to learners who find math challenging, it's important to remember that flexibility in teaching methods can make a big difference. From personal experience tutoring students, I've noticed that using multiple approaches helps learners grasp concepts more firmly. For example, repeated addition breaks down the multiplication into manageable chunks, allowing students to see how multiples build up. For 36 x 4, breaking it into 30 x 4 (120) and 6 x 4 (24) before adding the results (144) simplifies the process and reduces anxiety. Another advantage of teaching the break-apart method is that it strengthens mental math skills, enabling students to become more confident in their calculations without relying solely on the traditional algorithm. However, some students feel more comfortable using the standard multiplication algorithm after developing a conceptual understanding through the other methods. As a tutor, I encourage learners to try all three approaches: repeated addition, break-apart strategy, and the standard algorithm, to see which resonates best with their thinking style. This tailored method develops a deeper understanding, improves retention, and eventually leads to better performance in homework and tests. Embracing various strategies also aligns with modern educational perspectives that emphasize differentiated instruction. It acknowledges that each student learns differently, and providing options empowers learners to find their own path to success in multiplication and mathematics overall.
